@keyframes rwdcur253476 {
0%,12.4%,100% 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) 24 25, auto;}
12.5%,24.9% 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) 24 25, auto;}
25%,37.4% 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24 25, auto;}
37.5%,49.9% 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) 24 25, auto;}
50%,62.4% 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) 24 25, auto;}
62.5%,74.9% 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) 24 25, auto;}
75%,87.4% 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24 25, auto;}
87.5%,99.9% 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24 25, auto;}
}
div.testarea{
animation:rwdcur253476 1.3333333333333s linear infinite forwards;
}
